The path of a paper airplane can be modeled by: h(t) = -1/4 tˆ2 +2t + 4, where h is the height above the ground in meters of the airplane and t is the time of flight in seconds. Determine how long it takes for the paper airplane to hit the ground graphically (ensuring all critical information is labeled on your graph).
The left most point (0,4) is the starting point of the plane, the point (4,8) is the highest point the plane gets to, the plane is in the air for 9.657 seconds as the height is 0 at that time
